Coefficient of Variation

 

It is the standard deviation divided by the mean (the worksheet reports the quotient, it does not convert the value to a percentage). The coefficient of variation is a dimensionless measure of variation. This statistic is not defined for the case of a zero mean. In fact, this measure is only useful when dealing with strictly positive data.

 

Population Coefficient of Variation (V) 

image\popcov.gif

Sample Coefficient of Variation (V) 

image\samcov.gif

 

where

image\popsd-sym.gif

= Population Standard Deviation

S

= Sample Standard Deviation

image\u.gif

= Population Mean

image\mean.gif

= Sample Mean

 

 

See Also

Data Statistics

95% and 99% Confidence Interval for the Mean

Average Deviation

Coefficient of Kurtosis

Coefficient of Skewness

Critical Value of K-S Statistic at 90%, 95%, and 99% Significance Level

Kolmogorov-Smirnov Goodness of Fit Statistic for Normal Distribution

Mean

Standard Deviation

Standard Error of the Mean

Statistics References

Variance